Directions Create a graph where the vertices are the following colleges and universities. • lowa (lowa City), lowa State (Ames), UNI (Cedar Falls), DMACC (Ankeny), and Simpson (Indianola) Use Google Maps to tell you the driving distance between the cities, use the shortest route if multiple are given. Use these distances as the weights for the edges connecting these cities, to make a complete graph (every vertice connected to every 5(5-1) other by an edge). Note that to connect all the cities this would mean 10 edges. 2 1. Post a picture of your connected graph with weights. 2. Imagine you start in Ankeny and want to make a Hamiltonian Circuit to visit all of these colleges. State the minimum circuit you would use based on the weights you found.
Directions Create a graph where the vertices are the following colleges and universities. • lowa (lowa City), lowa State (Ames), UNI (Cedar Falls), DMACC (Ankeny), and Simpson (Indianola) Use Google Maps to tell you the driving distance between the cities, use the shortest route if multiple are given. Use these distances as the weights for the edges connecting these cities, to make a complete graph (every vertice connected to every 5(5-1) other by an edge). Note that to connect all the cities this would mean 10 edges. 2 1. Post a picture of your connected graph with weights. 2. Imagine you start in Ankeny and want to make a Hamiltonian Circuit to visit all of these colleges. State the minimum circuit you would use based on the weights you found.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Directions
Create a graph where the vertices are the following colleges and universities.
• lowa (lowa City), Iowa State (Ames), UNI (Cedar Falls), DMACC (Ankeny), and Simpson (Indianola)
Use Google Maps to tell you the driving distance between the cities, use the shortest route if multiple are given. Use these distances as the weights for the edges connecting these cities, to make a complete graph (every vertice is connected to every
5(5-1)
other by an edge). Note that to connect all the cities this would mean
= 10 edges.
1. Post a picture of your connected graph with weights.
2. Imagine you start in Ankeny and want to make a Hamiltonian Circuit to visit all of these colleges. State the minimum circuit you would use based on the weights you found.
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